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1-9
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Results: 9
NUMERICAL-ANALYSIS OF OPTICAL FIBERS WITH ARBITRARY REFRACTIVE-INDEX PROFILE
Authors:
SIRCAR P ARVIND V
Citation:
P. Sircar et V. Arvind, NUMERICAL-ANALYSIS OF OPTICAL FIBERS WITH ARBITRARY REFRACTIVE-INDEX PROFILE, Journal of electromagnetic waves and applications, 11(9), 1997, pp. 1213-1227
SOLVABLE BLACK-BOX GROUP PROBLEMS ARE LOW FOR PP
Authors:
ARVIND V VINODCHANDRAN NV
Citation:
V. Arvind et Nv. Vinodchandran, SOLVABLE BLACK-BOX GROUP PROBLEMS ARE LOW FOR PP, Theoretical computer science, 180(1-2), 1997, pp. 17-45
MONOTONOUS AND RANDOMIZED REDUCTIONS TO SPARSE SETS
Authors:
ARVIND V KOBLER J MUNDHENK M
Citation:
V. Arvind et al., MONOTONOUS AND RANDOMIZED REDUCTIONS TO SPARSE SETS, Informatique theorique et applications, 30(2), 1996, pp. 155-179
A NOTE ON DECISION VERSUS SEARCH FOR GRAPH AUTOMORPHISM
Authors:
AGRAWAL M ARVIND V
Citation:
M. Agrawal et V. Arvind, A NOTE ON DECISION VERSUS SEARCH FOR GRAPH AUTOMORPHISM, Information and computation, 131(2), 1996, pp. 179-189
GEOMETRIC SETS OF LOW INFORMATION-CONTENT
Authors:
AGRAWAL M ARVIND V
Citation:
M. Agrawal et V. Arvind, GEOMETRIC SETS OF LOW INFORMATION-CONTENT, Theoretical computer science, 158(1-2), 1996, pp. 193-219
QUASI-LINEAR TRUTH-TABLE REDUCTIONS TO P-SELECTIVE SETS
Authors:
AGRAWAL M ARVIND V
Citation:
M. Agrawal et V. Arvind, QUASI-LINEAR TRUTH-TABLE REDUCTIONS TO P-SELECTIVE SETS, Theoretical computer science, 158(1-2), 1996, pp. 361-370
UPPER-BOUNDS FOR THE COMPLEXITY OF SPARSE AND TALLY DESCRIPTIONS
Authors:
ARVIND V KOBLER J MUNDHENK M
Citation:
V. Arvind et al., UPPER-BOUNDS FOR THE COMPLEXITY OF SPARSE AND TALLY DESCRIPTIONS, Mathematical systems theory, 29(1), 1996, pp. 63-94
IF NP HAS POLYNOMIAL-SIZE CIRCUITS, THEN MA=AM
Authors:
ARVIND V KOBLER J SCHONING U SCHULER R
Citation:
V. Arvind et al., IF NP HAS POLYNOMIAL-SIZE CIRCUITS, THEN MA=AM, Theoretical computer science, 137(2), 1995, pp. 279-282
ON REDUCTIONS TO SETS THAT AVOID EXPSPACE
Authors:
ARVIND V KOBLER J MUNDHENK M
Citation:
V. Arvind et al., ON REDUCTIONS TO SETS THAT AVOID EXPSPACE, Information processing letters, 56(2), 1995, pp. 109-114
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1-9
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